Physics Informed Machine Learning: High Level Overview of AI and ML in Science and Engineering @Eigensteve
Physics Informed Machine Learning: High Level Overview of AI and ML in Science and Engineering  @Eigensteve
Uploaded February 2024 | Updated September 2026, 2 weeks ago
This video describes how to incorporate physics into the machine learning process. The process of machine learning is broken down into five stages: (1) formulating a problem to model, (2) collecting and curating training data to inform the model, (3) choosing an architecture with which to represent the model, (4) designing a loss function to assess the performance of the model, and (5) selecting and implementing an optimization algorithm to train the model. At each stage, we discuss how prior physical knowledge may be embedding into the process.

Physics informed machine learning is critical for many engineering applications, since many engineering systems are governed by physics and involve safety critical components. It also makes it possible to learn more from sparse and noisy data sets.

This video was produced at the University of Washington, and we acknowledge funding support from the Boeing Company

%%% CHAPTERS %%%
00:00 Intro
03:53 What is Physics Informed Machine Learning?
06:41 Case Study: Encoding Pendulum Movement
09:19 The Five Stages of Machine Learning
16:09 A Principled Approach to Machine Learning
20:00 Physics Informed Problem Modeling
21:48 Physics Informed Data Curation
25:34 Physics Informed Architecture Design
28:59 Physics Informed Loss Functions
30:55 Physics Informed Optimization Algorithms
34:56 What This Course Will Cover
46:48 Outro
Physics Informed Machine Learning: High Level Overview of AI and ML in Science and EngineeringDifferential Equations with Forcing: Method of Undetermined CoefficientsGentle Introduction to Modeling with Matrices and Vectors: A Probabilistic Weather ModelConditional ProbabilitiesNumerical Integration of Chaotic Dynamics: Uncertainty Propagation & Vectorized IntegrationDeriving Forward Euler and Backward/Implicit Euler Integration Schemes for Differential EquationsJoint Probability DistributionsNew Advances in Artificial Intelligence and Machine LearningDeep Reinforcement Learning for Fluid Dynamics and Control2x2 Systems of ODEs: Sources and SinksThe Connection Between the Exponential Distribution and the Poisson ProcessPopulation Statistics and Random Sampling
Steve Brunton |

Physics Informed Machine Learning: High Level Overview of AI and ML in Science and Engineering

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